A basic theorem is established and found to be a source of inequalities for hyperbolic functions, such as the ones of Cusa, Huygens, Wilker, Sandor-Bencze, Carlson, Shafer-Fink type inequality, and the one in the form of Oppenheim's problem. Furthermore, these inequalities described above will be extended by this basic theorem
WOS: 000377601800001This article introduces the analog of the Wilker inequality and the parameterize...
In the short note, by using mathematical induction and infinite product representations of the cosin...
In the short note, by using mathematical induction and infinite product representations of the cosin...
A basic theorem is established and found to be a source of inequalities for hyperbolic functions, s...
We establish Wilker- and Huygens-type inequalities for inverse trigonometric and inverse hyperbolic ...
This paper deals with some inequalities for trigonometric and hyperbolic functions such as the Jord...
Abstract This article introduces the analog of the Wilker inequality and the parameterized Wilker in...
Abstract The authors obtain some Wilker and Cusa type inequalities for generalized trigonometric and...
The prime goal of this paper is to establish sharp lower and upper bounds for useful functions such ...
AbstractIn this work, a basic theorem is established and it is found to be a source of inequalities ...
This paper deals with some inequalities for trigonometric and hyperbolic functions such as the Jorda...
In this paper, we introduce the Wilker-Anglesio’s inequality and parameterized Wilker inequality for...
In this work, our focus is to study the Fekete-Szegö functional in a different and innovative m...
We present the best possible parameters p, q∈0,∞ such that the double inequality 1/3p2cosh(px)+1-1/3...
Our aim is to extend some trigonometric inequalities to Bessel functions. Moreover, we deduce t...
WOS: 000377601800001This article introduces the analog of the Wilker inequality and the parameterize...
In the short note, by using mathematical induction and infinite product representations of the cosin...
In the short note, by using mathematical induction and infinite product representations of the cosin...
A basic theorem is established and found to be a source of inequalities for hyperbolic functions, s...
We establish Wilker- and Huygens-type inequalities for inverse trigonometric and inverse hyperbolic ...
This paper deals with some inequalities for trigonometric and hyperbolic functions such as the Jord...
Abstract This article introduces the analog of the Wilker inequality and the parameterized Wilker in...
Abstract The authors obtain some Wilker and Cusa type inequalities for generalized trigonometric and...
The prime goal of this paper is to establish sharp lower and upper bounds for useful functions such ...
AbstractIn this work, a basic theorem is established and it is found to be a source of inequalities ...
This paper deals with some inequalities for trigonometric and hyperbolic functions such as the Jorda...
In this paper, we introduce the Wilker-Anglesio’s inequality and parameterized Wilker inequality for...
In this work, our focus is to study the Fekete-Szegö functional in a different and innovative m...
We present the best possible parameters p, q∈0,∞ such that the double inequality 1/3p2cosh(px)+1-1/3...
Our aim is to extend some trigonometric inequalities to Bessel functions. Moreover, we deduce t...
WOS: 000377601800001This article introduces the analog of the Wilker inequality and the parameterize...
In the short note, by using mathematical induction and infinite product representations of the cosin...
In the short note, by using mathematical induction and infinite product representations of the cosin...
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